3484230537111593https://smlouvy.gov.cz/smlouva/371115932026-03-10T14:09:49+01:00ndgwb4jZákladní škola Litoměřice, Na Valech 5346773428Na Valech 582/53, 41201 Litoměřice, CZPetr Kron 04527119Revoluční 15/1 4101 , 412 01 Litoměřice1PFONakup 5ks NTB2026-03-10František 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53ab40571010f3e1c40676155e62e0bbf0b99e9a7204411c7892f32c3f54bb49Smlouva - OPST.docx2026-05-21T18:42:00+02:0010c3654df19ab74b84340fda11339aed041812461bc486a793b598887c4b6a49e